For this part of the post- it's vital that go you go and read:
These last 2 posts help decipher what I'm doing here.
Since last time, I represented an example that it may be possible to find the first couple million prime numbers using polar coordinate geometry. I haven't yet found a formula to prove this however, as it seems complicated and overseas travel has been messing with my head.
This graph that was provided last time should give you an idea of it's like to be a prime number, and to have multiples of 6 as your closest cousin:
Riemann said that using polar coordinates on a polar graph-or something like that- it could be possible to find infinite primes.
Keep in mind here that I'm probably wrong.
To simplify the finding of an formula for the infinite primes, we should break formulas down into blocks like lines of codes as shown by the flowchart below:
Factorials were a crucial factor of finding infinite primes. If this formula works, then it can be used to hack into world banks because they work by combining large prime numbers together.
Laptops, Desktop PCs, Servers and even phones are designed to handle gargantuan amounts of data in the forms of massive numbers. That's how your reading this blog right now.
The Gap - 2 Function comes in when we search for prime numbers with a another prime number next to it.
It describes the search for twin primes, where building on the before flowchart:
Find the SVG here.
By finding all the primes and adding and substracting 2 we can find twin primes if they are needed. This is why it's called The Gap - 2 Function.
The polar prime graph on a large number scale.
Thank you for reading.